Write a number where the 3 is 100 times greater than the 3 in 683

To find a number where the digit **3** is 100 times greater than the **3** in **683**, we need to compare the place values of the digit **3** in different numbers.

In the number **683**, the **3** is in the ones place, which gives it a value of **3 \* 1 = 3**.

To make the **3** in another number 100 times greater, we need its place value to be:

\[
100 \times 3 = 300
\]

The digit **3** needs to be in a place where its value is **300**. This happens if the **3** is in the hundreds place.

Thus, the number where the **3** is 100 times greater than the **3** in **683** is **300**.

Would you like further details or have any questions?

Here are some related questions:
1. What is the place value system in mathematics?
2. How do you determine the value of a digit in any number?
3. Can the same digit have different values in different numbers?
4. How is the value of a digit affected by its position in a number?
5. What does it mean for one number to be a multiple of another?
6. How can you find the difference in place value between two digits in a number?
7. What is the significance of place value in arithmetic operations?
8. How can we use place value to compare and order numbers?

**Tip:** Understanding place value is crucial for comparing numbers and performing arithmetic operations effectively.

Learn how to find a number where the digit 3 is 100 times greater than the 3 in 683. Understand place value and its significance in determining the value of digits in numbers. Suitable for students in Grades 3-5.

Math Problem Statement

Solution

Ask a new question for Free

By Image

Math Problem Analysis

Mathematical Concepts

Formulas

Theorems

Suitable Grade Level

Related Recommendation